{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "ff942c43",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "from tensorflow import keras\n",
    "from keras.models import Sequential\n",
    "from keras.layers import Dense\n",
    "from keras.layers import LSTM,Dropout\n",
    "import pandas as pd\n",
    "import os\n",
    "from keras.models import Sequential, load_model\n",
    "from statsmodels.tsa.seasonal import STL\n",
    "import tensorflow as tf\n",
    "from sklearn.preprocessing import MinMaxScaler\n",
    "import matplotlib.pyplot as plt\n",
    "from keras.models import load_model\n",
    "from matplotlib import rcParams\n",
    "config = {\n",
    "    \"font.family\":'Times New Roman',  # 设置字体类型\n",
    "    \"font.size\": 10,\n",
    "#     \"mathtext.fontset\":'stix',\n",
    "}\n",
    "#支持中文\n",
    "plt.rcParams['font.sans-serif'] = ['SimHei']\n",
    "plt.rcParams['axes.unicode_minus'] = False\n",
    "from sklearn.metrics import r2_score"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "779863a1",
   "metadata": {},
   "outputs": [],
   "source": [
    "data = pd.read_csv(\"数据(1).csv\",encoding = 'gb2312').iloc[:,:4]\n",
    "data['time'] = pd.to_datetime(data['time'])\n",
    "newcar = data[['新能源汽车销量','time']]\n",
    "elecar = data[['纯电动汽车销量','time']]\n",
    "blendcar = data[['插电混动汽车销量','time']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "c17fd262",
   "metadata": {},
   "outputs": [],
   "source": [
    "newcar = pd.read_csv(\"./data/newcar.csv\")\n",
    "elecar = pd.read_csv(\"./data/elecar.csv\")\n",
    "blendcar = pd.read_csv(\"./data/blendcar.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "846c2f9f",
   "metadata": {},
   "outputs": [],
   "source": [
    "#分解趋势、季节、随机效应\n",
    "decomposition1 = STL(newcar.set_index(\"time\"),period=12).fit()\n",
    "decomposition2 = STL(elecar.set_index(\"time\"),period=12).fit()\n",
    "decomposition3 = STL(blendcar.set_index(\"time\"),period=12).fit()\n",
    "\n",
    "trend1 = decomposition1.trend #趋势效应\n",
    "trend2 = decomposition2.trend #趋势效应\n",
    "trend3 = decomposition3.trend #趋势效应\n",
    "\n",
    "seasonal1 = decomposition1.seasonal #季节效应\n",
    "seasonal2 = decomposition2.seasonal #季节效应\n",
    "seasonal3 = decomposition3.seasonal #季节效应\n",
    "\n",
    "newcar_resid = decomposition1.resid #随机效应\n",
    "elecar_resid = decomposition2.resid #随机效应\n",
    "blendcar_resid = decomposition3.resid #随机效应\n",
    "\n",
    "newcar_result = np.add(trend1.values,seasonal1.values)\n",
    "elecar_result = np.add(trend2.values,seasonal2.values)\n",
    "blendcar_result = np.add(trend3.values,seasonal3.values)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "5fd0d9c9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "time\n",
       "2017-01-01     5484.749582\n",
       "2017-02-01     -120.912870\n",
       "2017-03-01    -6941.415753\n",
       "2017-04-01   -15631.285355\n",
       "2017-05-01     5586.487410\n",
       "                  ...     \n",
       "2022-06-01     -781.586822\n",
       "2022-07-01     1024.474961\n",
       "2022-08-01     1136.426184\n",
       "2022-09-01     6294.393993\n",
       "2022-10-01     4748.039285\n",
       "Name: 插电混动汽车随机波动项, Length: 70, dtype: float64"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "newcar_resid.rename('新能源汽车随机波动项',inplace=True)\n",
    "elecar_resid.rename('纯电动汽车随机波动项',inplace=True)\n",
    "blendcar_resid.rename('插电混动汽车随机波动项',inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "571802d0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "newcar_resid.plot()\n",
    "plt.xticks(rotation=90)\n",
    "plt.title(\"Random fluctuation term of new energy vehicles\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "6b6f634e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "elecar_resid.plot()\n",
    "plt.xticks(rotation=90)\n",
    "plt.title(\"Random fluctuation term of pure electric vehicle\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "fa0705b8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "blendcar_resid.plot()\n",
    "plt.xticks(rotation=90)\n",
    "plt.title(\"Random fluctuation term of plug-in hybrid vehicle\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "215b83d6",
   "metadata": {},
   "outputs": [],
   "source": [
    "all_result = np.append(np.append(newcar_resid, elecar_resid),blendcar_resid)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "6eb3bc2a",
   "metadata": {},
   "outputs": [],
   "source": [
    "## 数据归一化\n",
    "scaler = MinMaxScaler(feature_range=(0, 1))\n",
    "result = scaler.fit_transform(all_result.reshape(-1,1))\n",
    "newcar_trainlist =  result[:72]\n",
    "elecar_trainlist =  result[72:144]\n",
    "blendcar_trainlist =  result[144:216]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "262d2ff9",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 对数据进行处理\n",
    "def create_dataset(dataset, look_back):\n",
    "#这里的look_back与timestep相同\n",
    "    dataX, dataY = [], []\n",
    "    for i in range(len(dataset)-look_back-1):\n",
    "        a = dataset[i:(i+look_back)]\n",
    "        dataX.append(a)\n",
    "        dataY.append(dataset[i + look_back])\n",
    "    return np.array(dataX),np.array(dataY)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "e4ca29de",
   "metadata": {},
   "outputs": [],
   "source": [
    "#训练数据太少 look_back并不能过大\n",
    "look_back =1\n",
    "\n",
    "newcar_trainX,newcar_trainY  = create_dataset(newcar_trainlist,look_back)\n",
    "elecar_trainX,elecar_trainY  = create_dataset(elecar_trainlist,look_back)\n",
    "blendcar_trainX,blendcar_trainY  = create_dataset(blendcar_trainlist,look_back)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "36bfad79",
   "metadata": {},
   "outputs": [],
   "source": [
    "def build_model(trainX, trainY):\n",
    "    trainX = np.reshape(trainX, (trainX.shape[0], trainX.shape[1], 1))\n",
    "    # create and fit the LSTM network\n",
    "    model = Sequential()\n",
    "    model.add(LSTM(20, input_shape=(1,1) , return_sequences=True))\n",
    "    model.add(Dropout(0.2))\n",
    "    model.add(LSTM(10, return_sequences=False))\n",
    "    model.add(Dropout(0.2))\n",
    "    # model.add(Dense(100))\n",
    "    model.add(Dense(10))\n",
    "    model.add(Dense(1))\n",
    "    model.compile(loss='mean_squared_error', optimizer='adam')\n",
    "    return model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "c31bcab6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/100\n",
      "17/17 - 10s - loss: 0.1747 - val_loss: 0.1556 - 10s/epoch - 566ms/step\n",
      "Epoch 2/100\n",
      "17/17 - 0s - loss: 0.0937 - val_loss: 0.0835 - 141ms/epoch - 8ms/step\n",
      "Epoch 3/100\n",
      "17/17 - 0s - loss: 0.0380 - val_loss: 0.0460 - 156ms/epoch - 9ms/step\n",
      "Epoch 4/100\n",
      "17/17 - 0s - loss: 0.0176 - val_loss: 0.0382 - 109ms/epoch - 6ms/step\n",
      "Epoch 5/100\n",
      "17/17 - 0s - loss: 0.0155 - val_loss: 0.0381 - 125ms/epoch - 7ms/step\n",
      "Epoch 6/100\n",
      "17/17 - 0s - loss: 0.0156 - val_loss: 0.0383 - 125ms/epoch - 7ms/step\n",
      "Epoch 7/100\n",
      "17/17 - 0s - loss: 0.0144 - val_loss: 0.0383 - 125ms/epoch - 7ms/step\n",
      "Epoch 8/100\n",
      "17/17 - 0s - loss: 0.0154 - val_loss: 0.0387 - 141ms/epoch - 8ms/step\n",
      "Epoch 9/100\n",
      "17/17 - 0s - loss: 0.0162 - val_loss: 0.0386 - 156ms/epoch - 9ms/step\n",
      "Epoch 10/100\n",
      "17/17 - 0s - loss: 0.0161 - val_loss: 0.0386 - 141ms/epoch - 8ms/step\n",
      "Epoch 11/100\n",
      "17/17 - 0s - loss: 0.0198 - val_loss: 0.0383 - 125ms/epoch - 7ms/step\n",
      "Epoch 12/100\n",
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      "Epoch 68/100\n",
      "17/17 - 0s - loss: 0.0107 - val_loss: 0.0377 - 125ms/epoch - 7ms/step\n",
      "Epoch 69/100\n",
      "17/17 - 0s - loss: 0.0107 - val_loss: 0.0379 - 125ms/epoch - 7ms/step\n",
      "Epoch 70/100\n",
      "17/17 - 0s - loss: 0.0112 - val_loss: 0.0377 - 125ms/epoch - 7ms/step\n",
      "Epoch 71/100\n",
      "17/17 - 0s - loss: 0.0100 - val_loss: 0.0376 - 125ms/epoch - 7ms/step\n",
      "Epoch 72/100\n",
      "17/17 - 0s - loss: 0.0120 - val_loss: 0.0377 - 125ms/epoch - 7ms/step\n",
      "Epoch 73/100\n",
      "17/17 - 0s - loss: 0.0121 - val_loss: 0.0376 - 141ms/epoch - 8ms/step\n",
      "Epoch 74/100\n",
      "17/17 - 0s - loss: 0.0118 - val_loss: 0.0378 - 125ms/epoch - 7ms/step\n",
      "Epoch 75/100\n",
      "17/17 - 0s - loss: 0.0113 - val_loss: 0.0376 - 109ms/epoch - 6ms/step\n",
      "Epoch 76/100\n",
      "17/17 - 0s - loss: 0.0109 - val_loss: 0.0379 - 109ms/epoch - 6ms/step\n",
      "Epoch 77/100\n",
      "17/17 - 0s - loss: 0.0123 - val_loss: 0.0376 - 125ms/epoch - 7ms/step\n",
      "Epoch 78/100\n",
      "17/17 - 0s - loss: 0.0111 - val_loss: 0.0377 - 141ms/epoch - 8ms/step\n",
      "Epoch 79/100\n",
      "17/17 - 0s - loss: 0.0107 - val_loss: 0.0376 - 125ms/epoch - 7ms/step\n",
      "Epoch 80/100\n",
      "17/17 - 0s - loss: 0.0113 - val_loss: 0.0377 - 109ms/epoch - 6ms/step\n",
      "Epoch 81/100\n",
      "17/17 - 0s - loss: 0.0108 - val_loss: 0.0376 - 109ms/epoch - 6ms/step\n",
      "Epoch 82/100\n",
      "17/17 - 0s - loss: 0.0109 - val_loss: 0.0376 - 109ms/epoch - 6ms/step\n",
      "Epoch 83/100\n",
      "17/17 - 0s - loss: 0.0114 - val_loss: 0.0377 - 141ms/epoch - 8ms/step\n",
      "Epoch 84/100\n",
      "17/17 - 0s - loss: 0.0119 - val_loss: 0.0376 - 156ms/epoch - 9ms/step\n",
      "Epoch 85/100\n",
      "17/17 - 0s - loss: 0.0119 - val_loss: 0.0375 - 125ms/epoch - 7ms/step\n",
      "Epoch 86/100\n",
      "17/17 - 0s - loss: 0.0120 - val_loss: 0.0376 - 125ms/epoch - 7ms/step\n",
      "Epoch 87/100\n",
      "17/17 - 0s - loss: 0.0107 - val_loss: 0.0375 - 109ms/epoch - 6ms/step\n",
      "Epoch 88/100\n",
      "17/17 - 0s - loss: 0.0106 - val_loss: 0.0378 - 109ms/epoch - 6ms/step\n",
      "Epoch 89/100\n",
      "17/17 - 0s - loss: 0.0112 - val_loss: 0.0376 - 111ms/epoch - 7ms/step\n",
      "Epoch 90/100\n",
      "17/17 - 0s - loss: 0.0110 - val_loss: 0.0376 - 109ms/epoch - 6ms/step\n",
      "Epoch 91/100\n",
      "17/17 - 0s - loss: 0.0120 - val_loss: 0.0378 - 109ms/epoch - 6ms/step\n",
      "Epoch 92/100\n",
      "17/17 - 0s - loss: 0.0115 - val_loss: 0.0375 - 125ms/epoch - 7ms/step\n",
      "Epoch 93/100\n",
      "17/17 - 0s - loss: 0.0108 - val_loss: 0.0375 - 125ms/epoch - 7ms/step\n",
      "Epoch 94/100\n",
      "17/17 - 0s - loss: 0.0121 - val_loss: 0.0382 - 109ms/epoch - 6ms/step\n",
      "Epoch 95/100\n",
      "17/17 - 0s - loss: 0.0110 - val_loss: 0.0375 - 94ms/epoch - 6ms/step\n",
      "Epoch 96/100\n",
      "17/17 - 0s - loss: 0.0112 - val_loss: 0.0376 - 109ms/epoch - 6ms/step\n",
      "Epoch 97/100\n",
      "17/17 - 0s - loss: 0.0111 - val_loss: 0.0377 - 125ms/epoch - 7ms/step\n",
      "Epoch 98/100\n",
      "17/17 - 0s - loss: 0.0117 - val_loss: 0.0375 - 109ms/epoch - 6ms/step\n",
      "Epoch 99/100\n",
      "17/17 - 0s - loss: 0.0103 - val_loss: 0.0374 - 109ms/epoch - 6ms/step\n",
      "Epoch 100/100\n",
      "17/17 - 0s - loss: 0.0107 - val_loss: 0.0378 - 109ms/epoch - 6ms/step\n",
      "Epoch 1/100\n",
      "17/17 - 9s - loss: 0.1958 - val_loss: 0.1370 - 9s/epoch - 539ms/step\n",
      "Epoch 2/100\n",
      "17/17 - 0s - loss: 0.1149 - val_loss: 0.0663 - 109ms/epoch - 6ms/step\n",
      "Epoch 3/100\n",
      "17/17 - 0s - loss: 0.0478 - val_loss: 0.0190 - 109ms/epoch - 6ms/step\n",
      "Epoch 4/100\n",
      "17/17 - 0s - loss: 0.0118 - val_loss: 0.0027 - 125ms/epoch - 7ms/step\n",
      "Epoch 5/100\n",
      "17/17 - 0s - loss: 0.0042 - val_loss: 0.0031 - 109ms/epoch - 6ms/step\n",
      "Epoch 6/100\n",
      "17/17 - 0s - loss: 0.0046 - val_loss: 0.0025 - 141ms/epoch - 8ms/step\n",
      "Epoch 7/100\n",
      "17/17 - 0s - loss: 0.0054 - val_loss: 0.0024 - 156ms/epoch - 9ms/step\n",
      "Epoch 8/100\n",
      "17/17 - 0s - loss: 0.0043 - val_loss: 0.0028 - 125ms/epoch - 7ms/step\n",
      "Epoch 9/100\n",
      "17/17 - 0s - loss: 0.0047 - val_loss: 0.0024 - 109ms/epoch - 6ms/step\n",
      "Epoch 10/100\n",
      "17/17 - 0s - loss: 0.0047 - val_loss: 0.0028 - 109ms/epoch - 6ms/step\n",
      "Epoch 11/100\n",
      "17/17 - 0s - loss: 0.0037 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 12/100\n",
      "17/17 - 0s - loss: 0.0040 - val_loss: 0.0024 - 109ms/epoch - 6ms/step\n",
      "Epoch 13/100\n",
      "17/17 - 0s - loss: 0.0048 - val_loss: 0.0024 - 109ms/epoch - 6ms/step\n",
      "Epoch 14/100\n",
      "17/17 - 0s - loss: 0.0047 - val_loss: 0.0026 - 125ms/epoch - 7ms/step\n",
      "Epoch 15/100\n",
      "17/17 - 0s - loss: 0.0043 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 16/100\n",
      "17/17 - 0s - loss: 0.0044 - val_loss: 0.0024 - 109ms/epoch - 6ms/step\n",
      "Epoch 17/100\n",
      "17/17 - 0s - loss: 0.0043 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 18/100\n",
      "17/17 - 0s - loss: 0.0042 - val_loss: 0.0024 - 125ms/epoch - 7ms/step\n",
      "Epoch 19/100\n",
      "17/17 - 0s - loss: 0.0038 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 20/100\n",
      "17/17 - 0s - loss: 0.0045 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 21/100\n",
      "17/17 - 0s - loss: 0.0048 - val_loss: 0.0025 - 94ms/epoch - 6ms/step\n",
      "Epoch 22/100\n",
      "17/17 - 0s - loss: 0.0040 - val_loss: 0.0024 - 94ms/epoch - 6ms/step\n",
      "Epoch 23/100\n",
      "17/17 - 0s - loss: 0.0043 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 24/100\n",
      "17/17 - 0s - loss: 0.0041 - val_loss: 0.0024 - 125ms/epoch - 7ms/step\n",
      "Epoch 25/100\n",
      "17/17 - 0s - loss: 0.0038 - val_loss: 0.0024 - 109ms/epoch - 6ms/step\n",
      "Epoch 26/100\n",
      "17/17 - 0s - loss: 0.0044 - val_loss: 0.0025 - 125ms/epoch - 7ms/step\n",
      "Epoch 27/100\n",
      "17/17 - 0s - loss: 0.0043 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 28/100\n",
      "17/17 - 0s - loss: 0.0038 - val_loss: 0.0028 - 109ms/epoch - 6ms/step\n",
      "Epoch 29/100\n",
      "17/17 - 0s - loss: 0.0048 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 30/100\n",
      "17/17 - 0s - loss: 0.0034 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 31/100\n",
      "17/17 - 0s - loss: 0.0049 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 32/100\n",
      "17/17 - 0s - loss: 0.0041 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 33/100\n",
      "17/17 - 0s - loss: 0.0033 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 34/100\n",
      "17/17 - 0s - loss: 0.0040 - val_loss: 0.0025 - 94ms/epoch - 6ms/step\n",
      "Epoch 35/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 36/100\n",
      "17/17 - 0s - loss: 0.0034 - val_loss: 0.0026 - 94ms/epoch - 6ms/step\n",
      "Epoch 37/100\n",
      "17/17 - 0s - loss: 0.0036 - val_loss: 0.0024 - 109ms/epoch - 6ms/step\n",
      "Epoch 38/100\n",
      "17/17 - 0s - loss: 0.0041 - val_loss: 0.0027 - 109ms/epoch - 6ms/step\n",
      "Epoch 39/100\n",
      "17/17 - 0s - loss: 0.0039 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 40/100\n",
      "17/17 - 0s - loss: 0.0037 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 41/100\n",
      "17/17 - 0s - loss: 0.0034 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 42/100\n",
      "17/17 - 0s - loss: 0.0038 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 43/100\n",
      "17/17 - 0s - loss: 0.0040 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 44/100\n",
      "17/17 - 0s - loss: 0.0040 - val_loss: 0.0026 - 125ms/epoch - 7ms/step\n",
      "Epoch 45/100\n",
      "17/17 - 0s - loss: 0.0034 - val_loss: 0.0025 - 125ms/epoch - 7ms/step\n",
      "Epoch 46/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0025 - 125ms/epoch - 7ms/step\n",
      "Epoch 47/100\n",
      "17/17 - 0s - loss: 0.0032 - val_loss: 0.0025 - 125ms/epoch - 7ms/step\n",
      "Epoch 48/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0024 - 109ms/epoch - 6ms/step\n",
      "Epoch 49/100\n",
      "17/17 - 0s - loss: 0.0038 - val_loss: 0.0026 - 94ms/epoch - 6ms/step\n",
      "Epoch 50/100\n",
      "17/17 - 0s - loss: 0.0034 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 51/100\n",
      "17/17 - 0s - loss: 0.0039 - val_loss: 0.0025 - 94ms/epoch - 6ms/step\n",
      "Epoch 52/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 53/100\n",
      "17/17 - 0s - loss: 0.0037 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 54/100\n",
      "17/17 - 0s - loss: 0.0034 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 55/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 56/100\n",
      "17/17 - 0s - loss: 0.0038 - val_loss: 0.0025 - 125ms/epoch - 7ms/step\n",
      "Epoch 57/100\n",
      "17/17 - 0s - loss: 0.0036 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 58/100\n",
      "17/17 - 0s - loss: 0.0034 - val_loss: 0.0025 - 125ms/epoch - 7ms/step\n",
      "Epoch 59/100\n",
      "17/17 - 0s - loss: 0.0037 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 60/100\n",
      "17/17 - 0s - loss: 0.0037 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 61/100\n",
      "17/17 - 0s - loss: 0.0032 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 62/100\n",
      "17/17 - 0s - loss: 0.0037 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 63/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0027 - 109ms/epoch - 6ms/step\n",
      "Epoch 64/100\n",
      "17/17 - 0s - loss: 0.0036 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 65/100\n",
      "17/17 - 0s - loss: 0.0034 - val_loss: 0.0028 - 109ms/epoch - 6ms/step\n",
      "Epoch 66/100\n",
      "17/17 - 0s - loss: 0.0034 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 67/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0027 - 109ms/epoch - 6ms/step\n",
      "Epoch 68/100\n",
      "17/17 - 0s - loss: 0.0041 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 69/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 70/100\n",
      "17/17 - 0s - loss: 0.0036 - val_loss: 0.0028 - 125ms/epoch - 7ms/step\n",
      "Epoch 71/100\n",
      "17/17 - 0s - loss: 0.0041 - val_loss: 0.0024 - 125ms/epoch - 7ms/step\n",
      "Epoch 72/100\n",
      "17/17 - 0s - loss: 0.0037 - val_loss: 0.0024 - 109ms/epoch - 6ms/step\n",
      "Epoch 73/100\n",
      "17/17 - 0s - loss: 0.0033 - val_loss: 0.0026 - 125ms/epoch - 7ms/step\n",
      "Epoch 74/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0026 - 125ms/epoch - 7ms/step\n",
      "Epoch 75/100\n",
      "17/17 - 0s - loss: 0.0037 - val_loss: 0.0029 - 141ms/epoch - 8ms/step\n",
      "Epoch 76/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0024 - 141ms/epoch - 8ms/step\n",
      "Epoch 77/100\n",
      "17/17 - 0s - loss: 0.0036 - val_loss: 0.0026 - 125ms/epoch - 7ms/step\n",
      "Epoch 78/100\n",
      "17/17 - 0s - loss: 0.0033 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 79/100\n",
      "17/17 - 0s - loss: 0.0037 - val_loss: 0.0026 - 125ms/epoch - 7ms/step\n",
      "Epoch 80/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 81/100\n",
      "17/17 - 0s - loss: 0.0036 - val_loss: 0.0027 - 109ms/epoch - 6ms/step\n",
      "Epoch 82/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0027 - 94ms/epoch - 6ms/step\n",
      "Epoch 83/100\n",
      "17/17 - 0s - loss: 0.0037 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 84/100\n",
      "17/17 - 0s - loss: 0.0038 - val_loss: 0.0027 - 125ms/epoch - 7ms/step\n",
      "Epoch 85/100\n",
      "17/17 - 0s - loss: 0.0034 - val_loss: 0.0024 - 109ms/epoch - 6ms/step\n",
      "Epoch 86/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0025 - 125ms/epoch - 7ms/step\n",
      "Epoch 87/100\n",
      "17/17 - 0s - loss: 0.0039 - val_loss: 0.0026 - 125ms/epoch - 7ms/step\n",
      "Epoch 88/100\n",
      "17/17 - 0s - loss: 0.0033 - val_loss: 0.0025 - 125ms/epoch - 7ms/step\n",
      "Epoch 89/100\n",
      "17/17 - 0s - loss: 0.0034 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 90/100\n",
      "17/17 - 0s - loss: 0.0030 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 91/100\n",
      "17/17 - 0s - loss: 0.0034 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 92/100\n",
      "17/17 - 0s - loss: 0.0038 - val_loss: 0.0027 - 109ms/epoch - 6ms/step\n",
      "Epoch 93/100\n",
      "17/17 - 0s - loss: 0.0037 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 94/100\n",
      "17/17 - 0s - loss: 0.0033 - val_loss: 0.0026 - 125ms/epoch - 7ms/step\n",
      "Epoch 95/100\n",
      "17/17 - 0s - loss: 0.0034 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 96/100\n",
      "17/17 - 0s - loss: 0.0037 - val_loss: 0.0028 - 109ms/epoch - 6ms/step\n",
      "Epoch 97/100\n",
      "17/17 - 0s - loss: 0.0036 - val_loss: 0.0024 - 109ms/epoch - 6ms/step\n",
      "Epoch 98/100\n",
      "17/17 - 0s - loss: 0.0032 - val_loss: 0.0025 - 109ms/epoch - 6ms/step\n",
      "Epoch 99/100\n",
      "17/17 - 0s - loss: 0.0033 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n",
      "Epoch 100/100\n",
      "17/17 - 0s - loss: 0.0035 - val_loss: 0.0026 - 109ms/epoch - 6ms/step\n"
     ]
    }
   ],
   "source": [
    "newcar_model = build_model(newcar_trainX, newcar_trainY)\n",
    "history1 = newcar_model.fit(newcar_trainX, newcar_trainY, validation_split=0.3,epochs=100, batch_size=3, verbose=2)\n",
    "elecar_model = build_model(elecar_trainX, elecar_trainY)\n",
    "history2 = elecar_model.fit(elecar_trainX, elecar_trainY, validation_split=0.3,epochs=100, batch_size=3, verbose=2)\n",
    "blendcar_model = build_model(blendcar_trainX, blendcar_trainY)\n",
    "history3 = blendcar_model.fit(blendcar_trainX, blendcar_trainY, validation_split=0.3,epochs=100, batch_size=3, verbose=2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "bc273060",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.subplot(311)\n",
    "plt.plot(history1.history['loss'])\n",
    "plt.plot(history1.history['val_loss'])\n",
    "plt.title('New energy vehicles Model loss')\n",
    "plt.ylabel('Loss')\n",
    "plt.xlabel('Epoch')\n",
    "plt.legend(['Train', 'Test'], loc='upper right')\n",
    "plt.show()\n",
    "plt.subplot(312)\n",
    "plt.plot(history2.history['loss'])\n",
    "plt.plot(history2.history['val_loss'])\n",
    "plt.title('Blade Electric Vehicles Model loss')\n",
    "plt.ylabel('Loss')\n",
    "plt.xlabel('Epoch')\n",
    "plt.legend(['Train', 'Test'], loc='upper right')\n",
    "plt.show()\n",
    "plt.subplot(313)\n",
    "plt.plot(history3.history['loss'])\n",
    "plt.plot(history3.history['val_loss'])\n",
    "plt.title('Plug-in hybrid vehicle Model loss')\n",
    "plt.ylabel('Loss')\n",
    "plt.xlabel('Epoch')\n",
    "plt.legend(['Train', 'Test'], loc='upper right')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "68b48314",
   "metadata": {},
   "outputs": [],
   "source": [
    "newcar_model.save(\"models/models/newcar_G_bp_lstm.h5\")\n",
    "elecar_model.save(\"models/models/elecar_G_bp_lstm.h5\")\n",
    "blendcar_model.save(\"models/models/blendcar_G_bp_lstm.h5\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "47b10864",
   "metadata": {},
   "outputs": [],
   "source": [
    "newcar_model = load_model(\"models/models/newcar_G_bp_lstm.h5\")\n",
    "elecar_model = load_model(\"models/models/elecar_G_bp_lstm.h5\")\n",
    "blendcar_model = load_model(\"models/models/blendcar_G_bp_lstm.h5\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "7ba54dfe",
   "metadata": {},
   "outputs": [],
   "source": [
    "newcar_pred = newcar_model.predict(newcar_trainX)\n",
    "elecar_pred = elecar_model.predict(elecar_trainX)\n",
    "blendcar_pred = blendcar_model.predict(blendcar_trainX)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "971f5681",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([  -489.29865,   -379.39893,  -1476.6576 ,  -2152.011  ,\n",
       "        -3330.1907 ,   -836.99805,   -117.41027,   -480.36517,\n",
       "         -898.8862 ,  -1186.2496 ,  -1192.1254 ,  -2978.1543 ,\n",
       "        -2426.484  ,  -1685.2786 ,  -2457.308  ,    273.47092,\n",
       "         1611.3738 ,  -6052.8687 ,  -2556.9219 ,  -1716.9688 ,\n",
       "          106.99251,   1449.1855 ,   2177.567  ,   3175.8113 ,\n",
       "         1507.7029 ,  -1580.4751 ,   4735.752  ,   -704.18835,\n",
       "         -150.83919,   9161.613  ,  -1833.517  ,  -2182.2888 ,\n",
       "        -5144.339  ,  -7326.572  ,  -8646.428  ,  -4906.486  ,\n",
       "        -6098.908  ,   -843.64655,  -8699.043  ,   2384.8823 ,\n",
       "         -625.43256,  -5053.265  ,  -2503.834  ,  -6261.3965 ,\n",
       "        -5048.089  ,  -3510.985  ,  -4560.638  ,  -8541.638  ,\n",
       "        -2110.7146 ,  -2076.1064 ,   -717.0523 ,  13897.808  ,\n",
       "         -651.7933 , -10327.407  ,  -6665.701  ,  -6383.4272 ,\n",
       "        -6185.0854 ,  -4000.7207 ,   1026.2678 ,   2664.9243 ,\n",
       "        -1609.9735 ,  -3202.204  ,  -1796.9836 , -13416.744  ,\n",
       "        -4241.385  ,   3865.5344 ,    671.7201 ,   1807.0908 ,\n",
       "         1417.169  ,   -585.2219 ], dtype=float32)"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "scaler.inverse_transform(newcar_pred.reshape(-1,1)).flatten()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "1e0092dc",
   "metadata": {},
   "outputs": [],
   "source": [
    "newcar_data = pd.DataFrame({\"origin\":scaler.inverse_transform(newcar_trainX.reshape(-1,1)).flatten(),\"predict\":scaler.inverse_transform(newcar_pred.reshape(-1,1)).flatten()})\n",
    "elecar_data = pd.DataFrame({\"origin\":scaler.inverse_transform(elecar_trainX.reshape(-1,1)).flatten(),\"predict\":scaler.inverse_transform(elecar_pred.reshape(-1,1)).flatten()})\n",
    "blendcar_data = pd.DataFrame({\"origin\":scaler.inverse_transform(blendcar_trainX.reshape(-1,1)).flatten(),\"predict\":scaler.inverse_transform(blendcar_pred.reshape(-1,1)).flatten()})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "14d5b2aa",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax1 = newcar_data.plot(title=\"Actual and predicted values of random series of new energy vehicles\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "c151bef4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'Actual and predicted value of pure electric vehicle random sequence'}>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "elecar_data.plot(title=\"Actual and predicted value of pure electric vehicle random sequence\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "85ef260e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'Actual and predicted value of random sequence of plug-in hybrid vehicle'}>"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "blendcar_data.plot(title=\"Actual and predicted value of random sequence of plug-in hybrid vehicle\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b324970a",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "tf2_cpu",
   "language": "python",
   "name": "tf2_cpu"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.16"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
